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, simply because there are vs if we let x= be the

These two phrases are not directly comparable as they serve different purposes. The first phrase is used to provide a reason or explanation, while the second phrase is used to introduce a mathematical expression. They are used in different contexts and cannot be interchanged.

Last updated: March 15, 2024 • 759 views

This phrase is correct and commonly used in English to provide a reason or explanation for something.

", simply because there are"

This phrase is used to introduce a reason or explanation for a statement or action. It is typically followed by the reason or cause.
  • 16 hours ago ... You're arguing that this isn't important simply because there are other important issues out there. Surely two important issues can co-exist?
  • Oct 2, 2014 ... Social media, just like everything else, is imperfect, but simply because there are a few downfalls does not negate all the good it can create.
  • It gives a gene a better chance of getting passed on to the next generation simply because there are more of them. Over-replication can occur when one gene is ...
  • The problem: only a small percentage of dogs and cats entering shelters ever get adopted, simply because there are far more available animals than there are ...

This phrase is correct and commonly used in mathematical contexts to define a variable or set up an equation.

"if we let x= be the "

This phrase is used in mathematics to assign a value to a variable or to set up an equation. It is followed by the assignment or equation.
  • Hence if we let x be the n-th element, then x = n2. Hence n = x1/2. But the element next to x is (n+1)2 which is equal to n2 + 2n + 1. By substituting n = x1/2 into ...
  • Solution: If we let x be the distance from C to D, then the running distance is |DB| = 8 − x and the Pythagorean Theorem gives the rowing distance as. |AD| =.
  • Is there a priori evidence of gender discrimination? If we let X be the number of female applicants selected, then X. Hypergeo.n; D; N /, with n D 3; D D 5; N D 10.
  • Solution: If we let X be the random variable which is the randomly choosen student's score. We are give µ = E(X) = 60, and σ = 10. We wish to fine P(X > 72).

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